Published 2010

Instructor: Christine Breiner, David Jordan, Joel Lewis

This course covers differential, integral and vector calculus for functions of more than one variable. These mathematical tools and methods are used extensively in the physical sciences, engineering, economics and computer graphics.

View the complete course: http://ocw.mit.edu/18-02SCF10

This course covers differential, integral and vector calculus for functions of more than one variable. These mathematical tools and methods are used extensively in the physical sciences, engineering, economics and computer graphics.

View the complete course: http://ocw.mit.edu/18-02SCF10

Producer MIT OpenCourseWare

Audio/Visual sound, color

Language English

There are no reviews yet. Be the first one to write a review.

512KB MPEG4
BACK

37.2M

Dot products and angles
21.7M

Components of a vector
14.5M

Area of a parallelogram
20.0M

Determinants
58.8M

Equations of planes
33.4M

Graphing surfaces
44.3M

Level curves
22.6M

Partial derivatives
38.5M

Least squares
36.8M

Second derivative test
59.5M

Max/Min
38.4M

Tangent planes
43.6M

Lagrange multipliers
43.9M

Gradients - composition
75.7M

Regions of integration
66.2M

Integrals with density
39.2M

Change of variables
40.7M

Integral of exp(-x^2)
84.7M

Change of variables
61.3M

Flux across a curve
99.2M

Extended Green's Theorem
58.2M

Domains of vector fields
62.2M

Average height
42.6M

Flux through a square
48.2M

Flux through surfaces
48.0M

Flux
80.4M

Extended Gauss' Theorem
36.0M

Del and the product rule
47.8M

Line integral on a helix
74.7M

Stokes' Theorem
66.5M

Extended Stokes' Theorem
62.9M

Simply connected regions
35.4M

More Stokes' Theorem
MPEG4
BACK

19.1M

Dot products and angles
11.2M

Components of a vector
10.4M

Determinants
30.3M

Equations of planes
17.0M

Graphing surfaces
22.8M

Level curves
11.6M

Partial derivatives
19.8M

Least squares
18.9M

Second derivative test
30.6M

Max/Min
19.7M

Tangent planes
22.5M

Lagrange multipliers
22.7M

Gradients - composition
38.8M

Regions of integration
34.1M

Integrals with density
20.3M

Change of variables
21.0M

Integral of exp(-x^2)
43.8M

Change of variables
31.5M

Flux across a curve
51.2M

Extended Green's Theorem
29.9M

Domains of vector fields
32.1M

Average height
21.9M

Flux through a square
24.8M

Flux through surfaces
24.8M

Flux
41.5M

Extended Gauss' Theorem
18.5M

Del and the product rule
24.7M

Line integral on a helix
38.5M

Stokes' Theorem
34.4M

Extended Stokes' Theorem
32.5M

Simply connected regions
18.2M

More Stokes' Theorem
OGG VIDEO
BACK

37.8M

Dot products and angles
22.0M

Components of a vector
14.6M

Area of a parallelogram
20.2M

Determinants
59.7M

Equations of planes
33.4M

Graphing surfaces
44.4M

Level curves
22.6M

Partial derivatives
38.8M

Least squares
37.3M

Second derivative test
60.2M

Max/Min
38.8M

Tangent planes
44.1M

Lagrange multipliers
44.2M

Gradients - composition
76.6M

Regions of integration
66.3M

Integrals with density
39.7M

Change of variables
40.9M

Integral of exp(-x^2)
85.3M

Change of variables
61.8M

Flux across a curve
99.9M

Extended Green's Theorem
58.4M

Domains of vector fields
63.3M

Average height
42.6M

Flux through a square
48.6M

Flux through surfaces
48.8M

Flux
81.3M

Extended Gauss' Theorem
36.3M

Del and the product rule
47.9M

Line integral on a helix
75.5M

Stokes' Theorem
67.3M

Extended Stokes' Theorem
63.3M

Simply connected regions
35.8M

More Stokes' Theorem
In Collection

MIT OpenCourseWare